CCSG Research: Fernández-Córdoba, Cristina
2020
[47] On Z8-linear Hadamard codes: rank and classification (, and ), In IEEE Trans. Inf. Theory, volume 66, . [bibtex] [url] [doi]
[46] On Z2Z4-additive complementary dual codes and related LCD codes (, , and ), In Finite Fields Their Appl., volume 62, . [bibtex] [url] [doi]
2019
[45] On Z2s-linear Hadamard codes: kernel and partial classification (, and ), In Des. Codes Cryptogr., volume 87, . [bibtex] [url] [doi]
[44] On the kernel of Z2s-linear simplex and MacDonald codes (, and ), In CoRR, volume abs/1910.07911, . [bibtex] [url]
[43] Z2Z4-Additive Cyclic Codes: Kernel and Rank (, , and ), In IEEE Trans. Inf. Theory, volume 65, . [bibtex] [url] [doi]
2018
[42] On the rank of Z8-linear Hadamard codes (, and ), In Electron. Notes Discret. Math., volume 70, . [bibtex] [url] [doi]
[41] On the kernel of Z2s-linear Hadamard codes (, and ), In CoRR, volume abs/1801.05189, . [bibtex] [url]
[40] On ZprZps-additive cyclic codes (, and ), In Adv. in Math. of Comm., volume 12, . [bibtex] [url] [doi]
[39] Z2-double cyclic codes (, and ), In Des. Codes Cryptogr., volume 86, . [bibtex] [url] [doi]
[38] A characterization of Z2Z2u-linear codes ( and ), In Des. Codes Cryptogr., volume 86, . [bibtex] [url] [doi]
[37] Binary Images of Z2Z4-Additive Cyclic Codes (, , and ), In IEEE Trans. Inf. Theory, volume 64, . [bibtex] [url] [doi]
2017
[36] On the kernel of Z2s-linear Hadamard codes (, and ), In Coding Theory and Applications - 5th International Castle Meeting, ICMCTA 2017, Vihula, Estonia, August 28-31, 2017, Proceedings (Barbero, Ángela I., Skachek, Vitaly, Ytrehus, Øyvind, eds.), Springer, volume 10495, . [bibtex] [url] [doi]
[35] Z2Z4-Additive Cyclic Codes: Kernel and Rank (, , and ), In CoRR, volume abs/1711.03784, . [bibtex] [url]
[34] There is exactly one Z2Z4-cyclic 1-perfect code ( and ), In Des. Codes Cryptogr., volume 85, . [bibtex] [url] [doi]
[33] Binary Images of Z2Z4-Additive Cyclic Codes (, , and ), In CoRR, volume abs/1707.03214, . [bibtex] [url]
2016
[32] Construction and classification of Z2s-linear Hadamard codes (, and ), In Electron. Notes Discret. Math., volume 54, . [bibtex] [url] [doi]
[31] Quasi-cyclic codes as cyclic codes over a family of local rings (, and ), In Finite Fields Their Appl., volume 40, . [bibtex] [url] [doi]
[30] Kernels and ranks of cyclic and negacyclic quaternary codes ( and ), In Des. Codes Cryptogr., volume 81, . [bibtex] [url] [doi]
[29] Z2Z4-Additive Cyclic Codes, Generator Polynomials, and Dual Codes (, and ), In IEEE Trans. Inf. Theory, volume 62, . [bibtex] [url] [doi]
[28] Computing the generator polynomials of Z2Z4-additive cyclic codes (, and ), In CoRR, volume abs/1606.01745, . [bibtex] [url]
2015
[27] There is exactly one Z2Z4-cyclic 1-perfect code ( and ), In CoRR, volume abs/1510.06166, . [bibtex] [url]
[26] Self-dual codes from 3-class association schemes (, , and ), In Appl. Algebra Eng. Commun. Comput., volume 26, . [bibtex] [url] [doi]
[25] Permutation decoding of Z2Z4-linear codes (, , and ), In Des. Codes Cryptogr., volume 76, . [bibtex] [url] [doi]
2014
[24] Z2Z4-Additive formally self-dual codes ( and ), In Des. Codes Cryptogr., volume 72, . [bibtex] [url] [doi]
[23] Z2Z4-additive cyclic codes, generator polynomials and dual codes (, and ), In CoRR, volume abs/1406.4425, . [bibtex] [url]
[22] Z2-double cyclic codes (, and ), In CoRR, volume abs/1410.5604, . [bibtex] [url]
2013
[21] Permutation decoding of Z2Z4-linear codes (, , and ), In CoRR, volume abs/1303.3737, . [bibtex] [url]
2012
[20] Characterization and constructions of self-dual codes over Z2Z4 (, and ), In Adv. in Math. of Comm., volume 6, . [bibtex] [url] [doi]
[19] Extensions of Z2Z4-additive self-dual codes preserving their properties (, , and ), In Proceedings of the 2012 IEEE International Symposium on Information Theory, ISIT 2012, Cambridge, MA, USA, July 1-6, 2012, IEEE, . [bibtex] [url] [doi]
2011
[18] Involutions in binary perfect codes (, and ), In IEEE Trans. Inf. Theory, volume 57, . [bibtex] [url] [doi]
[17] Codes over Z2k, Gray map and self-dual codes ( and ), In Adv. in Math. of Comm., volume 5, . [bibtex] [url] [doi]
[16] Maximum distance separable codes over Z4 and Z2Z4 (, , and ), In Des. Codes Cryptogr., volume 61, . [bibtex] [url] [doi]
2010
[15] Z2Z4-linear codes: rank and kernel (, and ), In Des. Codes Cryptogr., volume 56, . [bibtex] [url] [doi]
[14] Z2Z4-linear codes: generator matrices and duality (, , , and ), In Des. Codes Cryptogr., volume 54, . [bibtex] [url] [doi]
[13] Additive codes over Z2Z4 (, and ), In 2010 IEEE Information Theory Workshop, ITW 2010, Dublin, Ireland, August 30 - September 3, 2010 (Greferath, Marcus, Rosenthal, Joachim, Barg, Alexander, Zémor, Gilles, eds.), IEEE, . [bibtex] [url] [doi]
2009
[12] On the minimum distance graph of an extended Preparata code ( and ), In CoRR, volume abs/0902.1351, . [bibtex] [url]
[11] Self-Dual Codes over Z2Z4 (, and ), In CoRR, volume abs/0910.3084, . [bibtex] [url]
[10] Propelinear structure of Z2k-linear codes (, and ), In CoRR, volume abs/0907.5287, . [bibtex] [url]
2008
[9] Z2Z4-linear codes: rank and kernel (, and ), In CoRR, volume abs/0807.4247, . [bibtex] [url]
[8] On Rank and Kernel of Z4-Linear Codes (, and ), In Coding Theory and Applications, Second International Castle Meeting, ICMCTA 2008, Castillo de la Mota, Medina del Campo, Spain, September 15-19, 2008. Proceedings (Barbero, Angela I., ed.), Springer, volume 5228, . [bibtex] [url] [doi]
[7] ZRM Codes (, and ), In IEEE Trans. Inf. Theory, volume 54, . [bibtex] [url] [doi]
2007
[6] Z2Z4-linear codes: generator matrices and duality (, , , and ), In CoRR, volume abs/0710.1149, . [bibtex] [url]
[5] Plotkin construction: rank and kernel ( and ), In CoRR, volume abs/0707.3878, . [bibtex] [url]
2005
[4] On Reed-Muller and related quaternary codes (), PhD thesis, Escola d'Enginyeria, Universitat Autònoma de Barcelona, Advisor: Borges, Joaquim; Kevin T. Phelps, . [bibtex] [url]
[3] Quaternary Reed-Muller codes (, and ), In IEEE Trans. Inf. Theory, volume 51, . [bibtex] [url] [doi]
2002
[2]I-Propelinear Codes (), Master's thesis, Escola d'Enginyeria, Universitat Autònoma de Barcelona, Advisor: Borges, Joaquim, . [bibtex]
2001
[1] Every Z2k-Code is a Binary Propelinear Code (, and ), In Electron. Notes Discret. Math., volume 10, . [bibtex] [url] [doi]
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